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13 packages found

A Hybrid Public Key Encryption (HPKE) module for various JavaScript runtimes

published version 1.6.1, a month ago8 dependents licensed under $MIT
75,947

Node.js bindings for all post-quantum implementations included in PQClean

published version 0.6.0, 14 days ago2 dependents licensed under $MIT
5,197

An ML-KEM/CRYSTALS-KYBER implementation written in TypeScript for various JavaScript runtimes

published version 2.3.0, a month ago3 dependents licensed under $MIT
1,081

An ML-KEM/CRYSTALS-KYBER implementation written in TypeScript for various JavaScript runtimes

published version 2.3.0, a month ago1 dependents licensed under $MIT
1,818

Auditable & minimal JS implementation of public-key post-quantum cryptography: FIPS 203, 204, 205

published version 0.2.1, 17 days ago3 dependents licensed under $MIT
2,396

Node.js bindings for the reference implementation of the McEliece KEM.

published version 4.0.1, 2 years ago3 dependents licensed under $ISC
434

A Hybrid Public Key Encryption (HPKE) module extension for X-Wing: general-purpose hybrid post-quantum KEM.

published version 0.5.0, a month ago0 dependents licensed under $MIT
182

Quantum Coin - Q SDK in JavaScript

published version 1.0.14, 10 days ago0 dependents licensed under $MIT
168

Quantum Coin (Q) Hybrid Post Quantum Cryptography SDK in JavaScript

published version 1.0.1, 19 days ago1 dependents licensed under $MIT
108

A Hybrid Public Key Encryption (HPKE) module extension for ML-KEM.

published version 0.1.0, a month ago0 dependents licensed under $MIT
80

An easy PQC (Post Quantum Computing) library for encrypting/decrypting data and sharing keys using the Kyber algorithm and AES-256.

published version 1.0.0-beta.5, a year ago0 dependents licensed under $MIT
39

A CRYSTALS-KYBER implementation written in TypeScript for various JavaScript runtimes

published version 1.1.3, 3 months ago0 dependents licensed under $MIT
16

Hybrid Post Quantum Cryptography SDK in JavaScript

published version 1.0.0, 8 months ago1 dependents licensed under $MIT
2